Proof by mathematical induction that 2x7^n+3x5^n-5 is divisible by 24

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Show by mathematical induction that 2.7ⁿ+3.5ⁿ-5 is divisible by 24 for all n∈N Show by mathematical induction that 2.7ⁿ+3.5ⁿ-5 is divisible by 24 for all n∈N
Induction Divisibility Induction Divisibility
Prove that: `2. 7^n+3. 5^n-5` is divisible by `24` , for all `n in Ndot` Prove that: `2. 7^n+3. 5^n-5` is divisible by `24` , for all `n in Ndot`
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Prove by the principle of mathematical induction: 2.7ⁿ + 3.5ⁿ – 5 is divisible by 24 for all n ∈ N Prove by the principle of mathematical induction: 2.7ⁿ + 3.5ⁿ – 5 is divisible by 24 for all n ∈ N
Prove that `2. 7^n+3. 5^n-5` is divisible by 24, for all `n in N` .... Prove that `2. 7^n+3. 5^n-5` is divisible by 24, for all `n in N` ....
Prove that `2. 7^n+3. 5^n-5` is divisible by 24, for all `n in N` .... Prove that `2. 7^n+3. 5^n-5` is divisible by 24, for all `n in N` ....
Prove the following by the principle of mathematical induction:\ 2. 7^n+3. 5^n-5 is divisible 24... Prove the following by the principle of mathematical induction:\ 2. 7^n+3. 5^n-5 is divisible 24...